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Cryptology ePrint Archive

Improved Dual Attack and Trapdoor Sampling via Quantum Rejection Sampling Verifying Consensus Protocols from LLM-assisted TLA$^+$: A Case Study of Byzantine Reliable Broadcast Asynchronous Lagrange-Based Threshold FHE with Smaller Modulus Overhead Breaking ACDGV MinRank Gabidulin encryption schemes over matrix codes Explicit cost analysis of Toom-4 multiplication for incomplete NTT in lattice-based cryptography Security Analysis on a Blockchain-based Public-Key Authenticated Searchable Encryption Scheme Icy-DVRF: A Distributed Verifiable Random Function based on FROST signatures Frobenius-UOV: A Very Efficient Multivariate Public Key Signature Scheme Revisiting Linear Subspace Trails in Poseidon A New Multiscalar Multiplication Method Resistant to Timing Attacks Device Binding for Anonymous Credentials on Legacy Phones Beyond Quadratic: Unlocking Pseudorandomness with Quartic Character Multi-leveled and ISA/IEC 62443-aware Certificate Transparency to Protect the PKI Service Supply 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Practical Homomorphic LSTM via Programmable Bootstrapping
Thomas Crasson, AMIAD, Pôle Recherche · 2026-05-29 · via Cryptology ePrint Archive

Paper 2026/1091

Practical Homomorphic LSTM via Programmable Bootstrapping

Nathan Cassereau, AMIAD, Pôle Recherche

Florian Méhats, Sopra Steria Defense & Security, CS Research Lab

Abstract

While deep learning is ubiquitous, centralized pro- cessing exposes sensitive sequential data—such as natural lan- guage—to untrusted servers, forcing an unacceptable privacy- utility trade-off. Fully Homomorphic Encryption (FHE) re- solves this by computing directly on encrypted data. However, standard neural networks ported to FHE suffer from severe latency bottlenecks, particularly because continuous non-linear activations dominate the computational budget. To overcome this, we introduce the Blind Spiking LSTM (BSLSTM), a TFHE-optimized recurrent architecture for privacy-preserving sequential inference. By co-designing the network with the cryptographic framework, we replace expen- sive continuous non-linearities with an efficient multi-threshold programmable bootstrapping paradigm. Evaluated on stan- dard NLP tasks, BSLSTM achieves an inference latency of 5.2 seconds for a 128-token sequence, significantly outperform- ing traditional homomorphic approaches while maintaining competitive accuracy. Operating at an amortized cost of 211 microseconds per bootstrapping operation, our work demon- strates the practical viability of low-latency, fully homomorphic inference for real-world applications.

BibTeX

@misc{cryptoeprint:2026/1091,
      author = {Thomas Crasson and Nathan Cassereau and Florian Méhats},
      title = {Practical Homomorphic {LSTM} via Programmable Bootstrapping},
      howpublished = {Cryptology {ePrint} Archive, Paper 2026/1091},
      year = {2026},
      url = {https://eprint.iacr.org/2026/1091}
}